O esquema ilustra um tipo de reprodução que ocorre em certas...
Próximas questões
Com base no mesmo assunto
Ano: 2013
Banca:
VUNESP
Órgão:
UFTM
Prova:
VUNESP - 2013 - UFTM - Vestibular - Prova de Conhecimentos Gerais - Primeira Fase |
Q1341075
Biologia
O esquema ilustra um tipo de reprodução que ocorre em certas
bactérias.
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questão](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAASIAAABlCAYAAADplO7WAAAYcGlDQ1BJQ0MgUHJvZmlsZQAAWIWVWQc8le3fv+6zz7HPsffeZO+9994kHOtYccxQIimjRIUolWRWKoVKRBpKGT0kSSSjUkhURt7bqOd5n//7ed/Pe30+1319z+/6Xb91rft3bgC4OnwjI8MQjACER8RQHUwN+N3cPfix7wEGEAEDEANsvuToSH07OysAl9/tfy9LAwDaaF/IbMj6z/7/tRD9A6LJAEBeMPbzjyaHw/geAKg0ciQ1BgCMEUwXio+J3MDBMGamwgbCOHkDB23hYxvYbwuXb/I4ORjCuAkAHK2vLzUIAPoOmM4fRw6C5dC/h/uIEf6UCJj1B4x1yMG+/gBwqcE80uHhuzcwXIE4zB8J4xwYq/n9Q2bQf5Pv90e+r2/QH7zl12bBGVGiI8N89/w/Q/N/l/Cw2N86ROFKG0w1c9jwH47hYOhuyw1MC+OZCD8b241Yw/gHxX8r7gAgCMGxZs5b/AhucrQhHD/ACmM5f18jSxhzw9gkIszGapvuF0gxMYcxvFoQCZQYc6ftsYcDoo0dt2Wepu52sP2NA6mG+ttjr/hSN/Vu8HfEhjrrb8sfDA4w/y3/W2KwkyuMCQAgCXEUFxsY08OYOTrU0XKLBymYGGxo85uHGuuwYb8wjNUCIkwNtuQjvQKpJg7b/JHh0b/9RWYEU8xttnFRTLCT2VZ8kDVk30372WHcEBCh7/xbTkC0m9VvX/wDjIy3fEc+D4hw3vYXORIZY+CwPXYuMsxumx+FCwgz3aALwpgzOs5xeyxKKwZenFvyUVaRMXZOW3aifEJ8Ley27EHFAStgCIwAP4iFqx/YDUIA5flM4wz8a6vHBPgCKggCAUBmm/J7hOtmTwT8dASJ4DOMAkD0n3EGm70BIA6mr/2hbj1lQOBmb9zmiFAwCeNwYAnC4N+xm6Mi/mhzAe9hCuU/tJNhW8PgutH3nzR9mGK1TYn9LZef4TcnxhhjhDHDmGAkUJwoHZQmygp+6sFVAaWGUv9t7d/86El0L/oduh89in61i5JG/Zct1mAUlm+y7bHfPz1GicIylVEGKG1YOiwZxYriBDIoJViPPkoX1qwMUw237d7wnf9/8POPB/+I+TYfXg6PwLPh9fDi/x5JL0mv/EfKRkT/GZ8tW/3+RNXwT8+/9Rv+I87+cGv5b07kYWQ98hGyDdmJbEY2An5kK7IJ2YW8u4H/rKH3m2votzaHTXtCYTmU/9Dnu61zI5LRcrVyH+RWt/tATEBCzMYGM9wduYdKCQqO4deHb4EAfvMIsqw0v4KcghwAG3fK1jG14LB5V0Cs3X/TyAcBUJ0DAL/8Ny18AYCr8B7nt/6bJuINbzMMAFWT5Fhq3BYNtfFAw6cBA7yjOAAvEALisEcKQAVoAj1gDCyALXAC7sAbjnMwvJ6pIB4kg1SQAbLBMXASFIOz4AKoApfBddAImkEbeAiegh7QD17D62cCfAJzYAmsQBCEheggEsQB8UEikBSkAKlBOpAxZAU5QO6QDxQERUCxUDJ0AMqG8qFi6DxUDV2DbkFtUCfUC72CxqAP0FdoGYFE0CKYETwIUcQOhBpCH2GJcELsRAQhohCJiHTEUUQRogxxCdGAaEM8RfQjRhGfEItIgKRBsiIFkDJINaQh0hbpgQxEUpH7kFnIAmQZ8gryNjzTL5CjyBnkTxQGRULxo2TgNWyGckaRUVGofagcVDGqCtWA6kC9QI2h5lC/0HRobrQUWgNtjnZDB6Hj0RnoAnQF+ib6AbybJtBLGAyGFSOGUYV3ozsmBJOEycGcwdRh7mF6MeOYRSwWy4GVwmpjbbG+2BhsBvYU9hK2FduHncD+wNHg+HAKOBOcBy4Cl4YrwNXgWnB9uCncCp4RL4LXwNvi/fF78Ln4cvxtfDd+Ar9CYCKIEbQJToQQQiqhiHCF8IAwTFigoaERpFGnsaeh0OynKaK5SvOYZozmJy2RVpLWkNaLNpb2KG0l7T3aV7QLdHR0onR6dB50MXRH6arp7tON0P2gJ9HL0pvT+9On0JfQN9D30X9hwDOIMOgzeDMkMhQw1DN0M8ww4hlFGQ0ZfRn3MZYw3mJ8ybjIRGKSZ7JlCmfKYaph6mSaJmKJokRjoj8xnXiBeJ84TkKShEiGJDLpAKmc9IA0wYxhFmM2Zw5hzma+zPyceY6FyKLE4sKSwFLCcpdllBXJKspqzhrGmst6nXWAdZmNh02fLYAtk+0KWx/bd3Yudj32APYs9jr2fvZlDn4OY45QjjyORo43nChOSU57znjOUs4HnDNczFyaXGSuLK7rXEPcCG5JbgfuJO4L3F3cizy8PKY8kTyneO7zzPCy8urxhvCe4G3h/cBH4tPho/Cd4Gvl+8jPwq/PH8ZfxN/BPyfALWAmECtwXuC5wIqgmKCzYJpgneAbIYKQmlCg0AmhdqE5YT5ha+Fk4VrhIRG8iJpIsEihyCOR76Jioq6ih0QbRafF2MXMxRLFasWGxenEdcWjxMvE/5LASKhJhEqckeiRREgqSwZLlkh2SyGkVKQoUmekeqXR0urSEdJl0i9laGX0ZeJkamXGZFllrWTTZBtlv+wQ3uGxI2/Hox2/5JTlwuTK5V7LE+Ut5NPkb8t/VZBUICuUKPylSKdoopii2KQ4rySlFKBUqjSoTFK2Vj6k3K68pqKqQlW5ovJBVVjVR/W06ks1ZjU7tRy1x+podQP1FPVm9Z8aKhoxGtc1ZjVlNEM1azSntcS0ArTKtca1BbV9tc9rj+rw6/jonNMZ1RXQ9dUt032nJ6Tnr1ehN6UvoR+if0n/i4GcAdXgpsF3Qw3DvYb3jJBGpkZZRs+NicbOxsXGIyaCJkEmtSZzpsqmSab3zNBmlmZ5Zi/NeczJ5tXmcxaqFnstOixpLR0tiy3fWUlaUa1uWyOsLayPWw/biNhE2DTaAltz2+O2b+zE7KLs7thj7O3sS+wnHeQdkh0eOZIcdznWOC45GTjlOr12FneOdW53YXDxcql2+e5q5JrvOuq2w22v21N3TneKe5MH1sPFo8Jj0dPY86TnhJeyV4bXwE6xnQk7O705vcO87+5i2OW7q94H7ePqU+Oz6mvrW+a76Gfud9pvjmxILiR/8tfzP+H/IUA7ID9gKlA7MD9wOkg76HjQh2Dd4ILgGYohpZgyH2IWcjbke6htaGXoephrWF04Ltwn/FYEMSI0omM37+6E3b2RUpEZkaNRGlEno+aoltSKaCh6Z3RTDDP88t4VKx57MHYsTieuJO5HvEt8fQJTQkRC1x7JPZl7phJNEi8moZLISe3JAsmpyWN79fee3wft89vXniKUkp4ysd90f1UqITU09VmaXFp+2rcDrgdup/Ok708fP2h6sDaDPoOa8fKQ5qGzh1GHKYefZypmnsr8leWf9SRbLrsgezWHnPPkiPyRoiPrRwOPPs9VyS09hjkWcWwgTzevKp8pPzF//Lj18YYT/CeyTnw7uetkZ4FSwdlCQmFs4WiRVVHTKeFTx06tFgcX95cYlNSd5j6defr7Gf8zfaV6pVfO8pzNPrt8jnJu8Lzp+YYy0bKCC5gLcRcmy13KH11Uu1hdwVmRXbFWGVE5WuVQ1VGtWl1dw12TW4uoja39cMnrUs9lo8tNV2SunK9jrcu+Cq7GXv14zefawHXL6+31avVXbojcOH2TdDOrAWrY0zDXGNw42uTe1HvL4lb7bc3bN+/I3qlsFmguuctyN7eF0JLest6a2Lp4L/LeTFtQ23j7rvbX993u/9Vh3/H8geWDxw9NHt5/pP+o9bH24+ZOjc5bT9SeND5VedrQpdx185nys5vPVZ43dKt2N/Wo99zu1ept6dPta3th9OLhX+Z/Pe236e8dcB4YfOn1cnTQf3D6Vdir+aG4oZXX+4fRw1lvGN8UjHCPlL2VeFs3qjJ6d8xorOud47vX4+TxT++j369OpE/STRZM8U1VTytMN38w+dDz0fPjxKfITyszGZ+ZPp/+Iv7lxqzebNec29zEPHV+/WvOAsdC5Telb+2LdosjS+FLK9+zfnD8qPqp9vPRsuvy1Er8Kna1aE1i7fYvy1/D6+Hr65G+VN/NVwEkXBGBgQB8rQSAzh0AUg+cJnhu5XzbBQm/fCDg1gWShT4h0uEbtRuVgTbBIDFPsUW4CLwVQYIGSzND20fXSF/JUMFYx9REbCc9Ze5hGWR9yzbN/oljnnOZa40HwYvlI/DTCRAFiUKswuwibKLsYtziPBL8kvxSgtLCMqKyYjuk5eTkFRVUFDWUdJWNVcxVzdVM1E00TDQNtfS1tXQ0dJX0ZPVFDXgMmY0IRuvGCyaTpq/MusybLaosj1ulWIfYuNka2ynbizlwOTI64ZyRLpArwg3ljvdg9OTwEt4p4y2xS9iHz5fTj4VM8icGkAJZg7iCBSnSIaqhJmEu4ZSI5N35keVR56hF0XkxObGZcVnxRxOK9lQltiS93gv2Safs2n8q9fUBwfTdB9sOYQ4LZSpkGWQ75gQeSTyal1t17F7eUP7iCaaTMgUWhYFFB06VFt8q6Tv9/sziWew5jvOSZVoXbMv9LsZUHKwsqKqqvlXzpHbo0sfLP+twV9muiV/XrXe/EXUzs+FMY11T663O2913epqf3m1vudZaci+lbVe7xn3i/cmOWw9qHp5+lP04odPviflT2S76rplnD56f7o7sMegl9Y73XX+R+pd9v8gAauDDy67Bulf5QzGvXYbV3nC+WR0Zeds2enEs893ucef3WhPC8Cpbmvpr+saHwo8pn8JmyJ/JXyJns+duzs8u6H07v0T6XvRTavn5asovjfX1f8y/AnIalY+2xLBg3mDrcTn4IIIRjSQtA+0q3RT9IMMg41um98TPpAXmJZY11hW2NfZfHGucS1wL3LM8k7zDfH38DwRuCVYIZQuHiViJSorhxT6Kd0pUS2ZJUaQtZWRk6WRnd/TK3ZAvVEhWJCvZKxuoKKgKqBHV1tW/aAxrdmo1aJfp5OjG6/noWxgoGHIaIYw+GD83uWqaZxZt7mShYslmuWL11vq+TY1tnl2SfaCDo6O+k7yzgAvJFeu67PbJfdijy/OuV93Oc97Hdx3ySfal+lHIvv4eAU6B9kE2wZYUyxCzUM0w2XCBCJbdNJGIyNWoH9Sf0Wux6DhivFCCxh6nxOikguTmvZMpNPv5UmXStA/YpPsdjM84cqjicGvmUNb3HOYjCkftcyOOHcmrzX98/P2J9QLOQuUiu1OhxQdLzp5uOtNTOn3213nmMokL2uV2F8kVsZWHqorgc66rdvYy8YpinePVqGu512vrO24M3/zaiGniuCV5W+OORbPb3cCWmNaUe6ltB9oP3s/oOPTg8MOsRzmPj3QeeXLk6ZGunGfZzzO7D/Wk96b27X0R91dU/+6ByJcxg0mvDg4df102XP/m4cirt5/HwDviuOB7+QmdSfMpv+lzHz5/Up5J+tzy5dec5nzc1ysL7xfZlyy/p/yo/zm1wr3qsJb1q2N7/o0R+sgdyC+oNvQhjCNWHDuPu4XPIDjQcNOM0F6gC6dXZ0AwtDGmM1kQGYg9pGPMtiwMLM9Ys9hM2CH2Jo4ITiHOQa5sbh3uzzwlvGa83/hK+c34vwicENQQHBbaK8wv3CLiLbIqWiSmJNYlHiC+KnFcUkqyVcpRalI6VUZEZlA2Z4fBjm9ylfKeCnQKrYqRSgJKfcppKgoqY6q5atpqn9VLNMw1FjUvaNlr/dKu1XHXxere1CPrE/XvGUQa8hv2GKUZKxlPmRSb2sLvHXfMoyykLN5bllp5WLNav7DJt3WwI9kN2J9y8HYUdvzodM050cXYlcF1yK3CPdrDwJPWc8Dr7M5gbwXvlV0PfPJ8vfwk/JbIHf7HA3wDFYNQQQPBNZSUEKdQ6TB02Nvw2xFFu+MjXaM0qLzRqOiZmP7Ytri6+NKE3D2pifFJocn+e3fuc0tx2u+Qap9mf8Ah3emge8bOQwGHQzOjs1KyD+fkHyk9Wp3bcOx+Xm/+yPEvJ1EFEoVeRcdOPSheOS17xq/05Nkn51bLFC4ElBdf7K5EVWlVx9fU1X66LHklpK7m6ux1lfr9N7oaOBrDmjpu891JaX7XYtXa3CbffqlD6sG1RwaPh54kdPE96+k+0uv0QrQfDHwafD/08Q14KzK2a7xmEj2d+Al8Lp8jL+guqf10Xi3amP+t//42CkYFgJOHANj4P8ehGoCcSwCI7QGADc497egAcFIHCAFTAC22A8hC+8/9AcGJJwGQAA+QBGrADM4vw+CcshDUgU4wDtYgdkgZcoSioZNQE/QGzvmkES6IVEQdYgTJgDRAxiMvIyfhLM0LVYJ6DWdiPuiL6M8YFUwq5jmWBxuObcWRcBRcG54TH4vvIygSCgmrNGSaZ7TqtFV07HQ59Aj6JPrvDLEMS4yJTBBTFpGVWE5SI/Uwh7BgWS6yGrNOsh1ml2Lv4Yjh5OBs4fLnpuG+zuPBi+S9zOcJZwS9ArmCtkJMQi+EC0U8RQVEJ8UuiUdLaEhCkp1SedKe8Oqck+3b0SxXIZ+vsE+RouSorKHCpwqpjqo1q5/QCNHU1qLXGtau1onR1dXD6fXq1xvcMGw0um3cYnLftNOs23zAYsRyymreesUWZ8dqL+qg5mjlRHZOdilybXGb9iB56ntF7izz7vch+Or7JZGb/L8HqgUlBbeFEEKdw8rDF3ebRZZGzUZrxWTHjsQrJRzbM5/kmvxwn3ZKS6pl2nh6Zob2YZDZm331yOnc/Dyz48gTDwryigKKDU9LlwqeEylTKrepiKoqqXl6GdSpXrOpd78Z3Jh86+Sd63f7WpfaeTvMHsY8Pvfkeddat0zvzhdH++8NkobIw5dHZsa4x9Um9KbkP9B/fDlz9MuO2bZ5s68d3xQWi5eWf9j/vLg8v6qxlvLr3ub5sTX/RHj+JYAqMAGuIATsAydALegAI+AHRILkIBsoAjoG1UOvEAAhAWf5aYhriHdwHm+FTEe2IldQ2qgDqC40OzoQ3YDBY7wxDVhGbBj2KU4al4tbxHvhHxJkCYU0SJoomjFaZ9ondIZ0LfRa9HfhLPYxoz3jCJynrhNPkGRJz5gj4MyzidWXjYatiT2Qg5XjEeceLmmuMe5CHlteHG87335+AwGMwDPBAiFfYVnhVZEu0VKxKHFjCS6Jr5JPpC5Ip8h4ymrukJBjl8fLryrMKo4rvVR+onJH9ZJasfohDaqmp5ahtqQOo86i7pBei36dwTXDeqNG4zsmraYdZk/MeyxeWr61mrKet1mxw9mzOog5qjtZO/u77HUtdrvlPuSx5iW408I7Ztc5n24/iKziHxFQHTgZLEoJCbkWuhxuGlGwezpKi7o3ujUWFWcVX5gwmaiedDR5ap9xSlUqfdqeA1PwedJz2CLzUbZZTtdRh9zRvJTjvCfuFQQW0Z9qKvE/Qyp9eG5vmcqFrxevVcZWa9ViLvVfuXg1+brXDZUG+sbxWzfuHLhr08p+b6y9uoP6UOsxtnPgafWz/d1evTovRPqZBh4POr+aeJ34hnnk+qjT2Op41YT7FMN058fDM5ZfGGdfzp9bCFlU+Y740b1cshr0S3F7/pEAA2g3TwBxoAKvADcQDg6Cs+AOGIL3vyBkAcVC5dAAggZhBO/8diQOaY88i/yKskBVovFoKvotxgne7TbYfhwZ9xNfQFAnTNCcotWjHaZLouen72SIZ5RkHGc6S/QjSZC+Mz9iKWVNYvNk1+OQ4mTnouFGcK/yLPOu8gMBLPwGyiMsK6It6iAWJL5f4pTkTTjvnpNl3KEg5yq/T6FcsVtpRUVC1V0tX71Pk1nLXbtcZ1ZPW/+IwVsjReNskzEzLfMCi69WdtaXbWntwuyfOEo6ZTt/dLVwq/HAe1K8HnmL7jroM+FnSK4IQAb6B92niIZkhE6HW0XURbJEJVBHY4xir8SzJ+zb8ynJDd6nKimVqRxpR9NRB5Mzvh72yLyWtZ7jdKTy6PIxx7wrxwknKCcfFkoV5ZyaLXE9fbdU9GwefPb7X+i6qFlRWcVUnVgzecnxcnOd6NXca0v13jceNsg0Hmuau21/58pdQktga0sbsT3gfsMD1EO7RyWPx59IPKV0VTwb6+bsse892Hfjxbt+woDcS4dB6qujQ9Wv7w/3v5kcmX+7Oga9w45j3mMmwMTy5OepkelnH5o+ln06PBPx2fqL1Cx29u1c03zmV48FiYWv35oX05aMvmO+d/xI+an5c3754orHKmG1YY38i+7X9XX3jfmPDlRU2Lw+IFoDANAj6+sLogBg8wFYy1tfXylbX1+7ACcbwwDcC9v6nrR51zACcI5rA/VeXUj+97ecrW9N/8hj/t2CzZtoUyt8E2228K0E/gvu998tXjNXywAAAFZlWElmTU0AKgAAAAgAAYdpAAQAAAABAAAAGgAAAAAAA5KGAAcAAAASAAAARKACAAQAAAABAAABIqADAAQAAAABAAAAZQAAAABBU0NJSQAAAFNjcmVlbnNob3SrSLnbAAAB1mlUWHRYTUw6Y29tLmFkb2JlLnhtcAAAAAAAPHg6eG1wbWV0YSB4bWxuczp4PSJhZG9iZTpuczptZXRhLyIgeDp4bXB0az0iWE1QIENvcmUgNS40LjAiPgogICA8cmRmOlJERiB4bWxuczpyZGY9Imh0dHA6Ly93d3cudzMub3JnLzE5OTkvMDIvMjItcmRmLXN5bnRheC1ucyMiPgogICAgICA8cmRmOkRlc2NyaXB0aW9uIHJkZjphYm91dD0iIgogICAgICAgICAgICB4bWxuczpleGlmPSJodHRwOi8vbnMuYWRvYmUuY29tL2V4aWYvMS4wLyI+CiAgICAgICAgIDxleGlmOlBpeGVsWERpbWVuc2lvbj4yOTA8L2V4aWY6UGl4ZWxYRGltZW5zaW9uPgogICAgICAgICA8ZXhpZjpVc2VyQ29tbWVudD5TY3JlZW5zaG90PC9leGlmOlVzZXJDb21tZW50PgogICAgICAgICA8ZXhpZjpQaXhlbFlEaW1lbnNpb24+MTAxPC9leGlmOlBpeGVsWURpbWVuc2lvbj4KICAgICAgPC9yZGY6RGVzY3JpcHRpb24+CiAgIDwvcmRmOlJERj4KPC94OnhtcG1ldGE+Cpjut0EAACkLSURBVHgB7Z0LvJVj9sfXqYPuLlEu0RGKMeMyrqVRucSMuy5iolA0LjGYCZFccktEGMQUkxSZqJhKKVJCyP3aZYYQUSQivP/1XVn7/546l7332fucvc951uez93t73ud93vW87+9dz3rWpeDHH3+MatWqJbVr15ZffvlFWGdZUFBgS/ZHUWTbEihwIHAgcCALHFDcWQtCP//8swHOTz/9lAAdBycHpSxcP1QZOBA4EDggtZB2nAClwsJCk4Ti+wApjgUKHAgcCBzIBgdMInIpiCGZEwDFz4dpvj8sAwcCBwIHMs2BQsAGaYfhF4T0w7pLQKyzL1DgQOBA4EC2OGDjLUDHpSEHJbZ92BZ0RNlif6g3cCBwAA4YEDkIsYN1fnFwApBcYqJMoMCBwIHAgUxywJTVDjTx4RgX8W1mzwIQZZLtoa7AgcCBOAcUa9ZO3wNGLglRgO34L+iJ4mwL64EDgQOZ5EDhugDjYOQSEGAE+XYmLx7qChwIHAgcgAO1HGAYfkEsHZwclJCavJwVqqZ/3333ndx0001y+umnS79+/eSvf/2r3H///caPlStXyuDBg22fWqMbBz755BO55JJL5Pbbby/GkRtvvLHY9robixcvlsMPP1xmzZq17qGwHThQIzmQmDUDfAAelm5R7Toi9tcEqlevnuy7777ywgsvyA033CCnnHKKPProo9KlSxepW7eu9O3bV+69914555xzjB1bb7211K9fX4499tgEe95++20Dsddeey2xb92VoqIiadCggWC/lQl6+OGHZdGiRZmoKtQROFAlHChE0nHJJz4M8/0OQg5KVdLKSrwogOO05557ym233SYtWrSQuXPnStu2baVz584yZcoUueOOO+Tss8+WOnXq2M/P+ec//yl9+vSx4/fcc4/vTiznz58vTz/9tPz3v/+1ffB8+vTpMnv2bDn66KOFazqtWbNGqG/FihVy6qmnytKlSw0YL7zwQnnsscdsMmHXXXe1dvTu3Vs6duwoM2fOlKZNmwogCdgBqg0bNpRzzz3Xqw3LwIGc44BJRD4Uo3W8GIAPS1dk14RhWWk9g/Syxx57GFBQpkmTJvL4449L//797aWPnwdgQAzXxo4dawASP/7MM8/InXfeacM75ymg9sYbb0iHDh3kyCOPNN77OQwNW7ZsKSeccILssssusuOOO8r48ePlm2++sf2jR4+2tu288842nNxyyy1l0KBB0rhxY9l0003tOpdeeqmBKcPIQIEDucoBAyL8ywAefzkAIv/RcPbHwSpXbyYb7Vq9erV8+OGHsvnmmyeqB5iGDx8uXbt2FfQ9TiNHjhTKP/TQQwZYbMfpwQcflHbt2hk/ARUIYIG3DNP+9a9/CVKQE8NCQAYw3GGHHUxyoq+gDTfc0Isllq1atbLr0q4DDzxQ7rrrLhk4cKDV/f333yfKhZXAgVzjwHoGjeiHeNh9KAYgAUSuzM61G8h0ewDkOCF1MPw6/vjjbTf8gNAbnXnmmTYEYxsgQT+E4hpF97Bhw0z6iQM4Q6RXXnmF4kYcA2Q++OADAyiU5fHyO+20k7z88stWFl1Us2bNZIMNNpBVq1YJCnPXMfmHgqW3/+OPP7Yh24ABA2SbbbYpJmn9evmwCBzIGQ4YELlympeAn4OPgxGt9RcwZ1qehYYgzYwaNUo+/fRT4QXu1KmTDcPmzJljQx30Mk8++aQNpbj8VVddJcccc4y15IILLrDzmF2DAHMA5rzzzkuAQ69evWTy5MkmSaFzmjRpknTv3l3mzZtnw6633npLUJg7XXPNNQZ0V199tey33342DGNJPUg71P/ee+8JgMX1Ac1ly5bJs88+K5tssol8+eWX0qNHD/nqq69k3LhxXm1YBg7kHAcK9KtqIgCgwxcVwIkP01h3QOJ4oOIcQDKJS5DFj66/BdA7WAEWTuh9GjVq5JuJJf1B+Y033jixD4ChLMM4gIs+ol4ftnlB2sZHhmMlDeW8XFgGDlQ1BwyI4iI9oOPiPfsdnByMqrrB4fqBA4ED1Y8DNjRz8GHpQzDfxy07MFW/2w93FDgQOJALHDCnVxfrfRjG0gGJRsYlplxodI1rw9yXRI4+UTtiKzpDZMs9RK69SWTRf2scK8INV08OJJTVzMDEJZ+aOCxbsmSJWUk/8cQTFe5t7HcmTpy4Xj0YM6LATop++EGk8ykirfcVaau/V6aILFAL6hHqQvLWuyItikQmPplUVaFQ4EAuc8Asq5GIXAcEAEFxKYjjNWH6nmlu7IXclyyVjsPNYp999pHtt9/epElm4I466qj1qsCOaK+99lpvf4k7zlDA+nyZyPKvRTaJKbIBoD92FDmtu8ghHUTGPCJyQucSqwg7AwfygQO1dZp6IA31KXyGZHH9EOsOUvlwQxVt43/+8x8DEoAFF4nmzZvbFDnGhhMmTJDWrVvbDNSMGTNsqh8pEovqbt262aUxdsTvCzseps2Z3RoyZIh89tlngqTFjBe2RLhy4NoxZswYwe2Dafli9OAYkZv+JfKCSmeb/v/sWrEyANIBB4oco1LTxQpaajIQKHAgHzlgQzMfkgFGDjq+BJjW1Rnl442m0mYsqdu0aWO+X8uXLzcbHQwasdHBvQOwevHFFxNe+oCPu1kwhY73PT5pOMf+73//MxuehQsXmr0PPma4eiBl4sJRqgvGfaNFhl6sILRp2U0/9CCVihSMxo0vu1w4GjiQwxywMCAAEDoiXg6IYZlLRqzHh245fC8Za9of//hH8+/CTQLJB+PBESNGmKSDqwRSzN57722OpTiVxgmDR4D7o48+shAiRUVF5vuFJTZgBmBB8LxUF4xv1Chyu2Zqvn1cvOpS16PJj0p00gmJ41w/oi+1T43QNQUKHMhhDtQCZAAdAIcf5Etf56VxqckK1JA/QOeAAw4QgAl3jv333994hTf+v//9b+MJwzUMCx2wAR4spAEq9EUAEsfi/GO9TBeMRg1F7hgs0rBBUpwuqK3GqDqEduJ6BdpniaFancYil10tavrtRcIycCCnOKAjsLUW1YANxEvi0hDrAFUcmHKq9VloDF7uhN5Ar4OymZAa6IkIw4H0M3XqVDnuuOMsqBll0f3g/+VuFpTFQRUQuvzyyy0EB8MyHFihp556St58801TiJfmghHph0EDHWXu7p6fobNti0W2Vj3UhwszV2+oKXAgQxwo0K95hF4D8OHHuoMPIAUY1SQggq/ffvutDZ3isYmYBcNNwnkEXyiHIyvkoO1uFqW5bFjhX/9Kc8HIGs+vH6IxSm4QWTJfQWnreFPCeuBAlXLAgMhE+diwjJcNCSmuG6ppYFSlvZLixZGg4kOzMk8/ubfItqp/uvaKMouFg4EDlcmBAgUdfY51KKAE2CAFAUCuF2Ifx+NgVZkNDNfKMAdeUWloL40CqSFHNP5thisP1QUOpMeBWi79OOCwzdCAH+TrHA9UDTjwe3UPkS1EPviwGtxMuIXqwoFCl4ZcWY1E5OQgFd/nx8IyjznALNrqH/P4BkLTqxsHFGPWJlhkOIb0gz2RSz+AE2Dk0lJ1u/l8uB+bQctkQ79dpSCkfmpNVCoKFDiQIxww73tvC6DkM2jxfXGlte8Py8rhQNJK6GSbM3qsuoUcLlK0XbJnhHKBA1nnQCHggxTE0odiXDWuI3IJKeutCRcomQMaaVFtB0o+VsJe+q7EPvt4iciZV2nE/uIJIUuoIuwKHKhUDphEBAjx4PJD+mHp+1g6KFVqy8LF1nLgnItEZs5KiRsF2ofr0bvv67R9e5F+PUSOPXK9w2FH4EBVcsA00y4N0RAHIKQjByCAie1AVcCBZhoM7dFJSV3Y+yv61Uo+cdLhnUR2aSUy6ExZ3OdUGTp0aOJQWAkcyAUOGBDFQYZ1fnFwKlXUz4U7qO5taLO/yD0PiKz4ptw7LZijDriz5qw/LPvTIaIxSUQuvciC8N96660WRaDcCkOBwIFK4kAxy2rAJz40CwBUSb1Q3mU6ddfwsE3VEVZdNEojIjfu2EKEsLL77V1aKdv/3HPPyUknnWRxluJuLGWeFA4GDmSRA4o9a6fvAR2XhLge2/EfABWoijgwTEPD3jlS5PSzRQgRsi5NfkpBqI3IldeVC0Kc2rZtW4u3dNNNGvc6UOBADnCgQB0vVaWwNswHuiDAB3Dydbad2B+oijjwhYaM7d1X5PFpImedLLLzTiIf6SzYzLkiL6ky+xGN6Nj52KQbR4A2QtaSpHHT8oKvJV1rKBg4kB4HbGgGwPBziYjpfPfCd4trAAlwClTFHJj9vMj0Z9e6aDTbWmTv34u0bysafS3lhpHJlky1p5xySsrnhhMCBzLJgUQYEIZeDjaAkq/7jBnLAESZZH3V10V6beIkjR8fwsxWfW/U7BZYqFiXhAAgBxwHozhA1WxWVb+7R1dEIP9AgQNVzQFT+sQV0UhCABNLwIihWZCEqrqbsnP9jTfeWAjgFihwoKo5YPln0Af5UMyBKC4ZsQ5Yub6oqhudD9cnWSOZPl566SX7vf7667Jy5Uoh0iM8ziVK9kNDSFym+wmHSw43/+22224WLjeX7inbbVm8eHGib1999VVLHfWDJilAv5qPRN/WqVNHttpqK4u37n1Lnr/KoAJlnL0VDjz+UPKy+AuDZBSofA7wEBJU//bbb5d3331X9t13X3tZCaRPHrNNNtnEOjtX+Dlt2jS5+uqrLb1R+XcnFmebhAKkWwJg582bZ8ulS5daaqW//OUv0qxZs2SqyssypIa68847LTsLfegvK7OPW2yxhfVtvn6sSQDBR5JkD9639O+WW24pZ5xxhpx22mlmDJutjjMggnmO5A5I/rK4/siX2WpIPtfLy3nzzTfLP/7xD9lxxx3l3HPPtdTV8YeSIRBfUcrS6blAJAmgLWQoKY94LjbaaCMDU7KY+PPBeQDTHXfcISShJJNt//795fe/19m8akLPPvus3HLLLZYwoUePHgLg0s9x4v35TqNewk//gMeP5/I6fUs89nr16hUb9XAfJIzgw0qarK5du1ouvlatWmX8dhISEQ8WDXL9EOsQjfGHzvdlvBV5XOHzzz8vPXv2NImHF/B3v/ud3Q2JGR966CHhOF8W0geR2YPO9gD7VX3bZBPZWoPob7bZZuU2heeAoQeZR8hgi4SHRECqpYMOOsjOJ5nA/fffb1JW7969RbMI5/WQjY/HeeedZxJjv379pHv37ppcZW12FfoUgHKpELsshjYMcfKRSORA/5KNhn5Fiu/QoYPsuuuudjtIvXfffbeBEolB//73vxcDrQrfM0Mz1f9ELPkpENk2+1iHWA9UnAMqxkbaGZGKrpFOgScOvvbaa1GvXr0iNRKM/vznP0f33ntvxD54m0ukL1C0zTbbRPoVT7lZCkbRlClTomuuuSZS4I1+85vfRCoRRaoDs7o+/fTTSFMxRZoB1+495QvkwAma9inabrvtoj59+iTuS6XZaMSIEZFKe5FKRNHZZ58djRw5MtI8dtXiHVFpLlJ9V3TPPfdEOhyLdJgdaZLR6JFHHok4BingRgcffHCkKdIjVT9krKcYklllXAjgYduBx5deJmNXzfOK9Msf/eEPf4iOPfbY6PPPP7e7UQko0i+mvdy8oL4/V2/1sMMOi1TfkZHmzZw5M1LjyEhzwEUPP/xwok5eUtWdRJMnT07sy4eVa6+9Ntp2220NbL29KunZ/f3pT3+KNOV44iPtx6vjEkygP3nWAeVJkybZbYITfHhUkR098cQTGbl1xrSJr7VLQQ5GDkS+PyNXzPNKHIR06JF4GHX8bF+Pvn37RqtWrcr5O3zmmWci1fNEuPdkklSfEGlK7eiEE06IkJqgOXPmRE2aNMkbMOIjwj0g1UGaQDM6+uijI50ZNGnBdtbAP029HqlqIVKldfT1118bB+bOnWt9y/NfUTIgohIHJJeKWPJzMGK9plNJIHTddddFRUVFER2VL6RptCNVLGeluQxfLrjggkin+CNVYts18gWM1gUhNb+wofell14aqf4kK/zKp0oZeuvEhgGS+iha0zMFRjY0W1cC8qGYA5Fv5xPTstFWvvSaejohCSHCx7+e2bhmpuucOHFi9Nvf/jbxgcl0/V6fKjZNnI+DEaK8P8BeLleW6H50NighCQFCSHI+HMmVduZCO9B7MlTzvgSMGILPnz8/7eYlgIgaABwkI6Qg/6VdczU7kbGy5rqP+OJDN954Y96AEIp1iCVK1srS2TgYqdmCXV8DskVIYy5l284c+EMBy4v0xhtvWGvUjiaAUDn9ct999xX70KBD23333dMe7hsQAT5OcQDydZeMvExNW+rUpYno6ECg2bNnR2qBGn3yySd5wQo1rLTZnSuvvDI6/vjjK7XNN9xwg8288Azxa9++faRxkCq1DWVdjDYdcsghEUNsCP0HX/vHHnusrNPCMeWA2hdFasaRAB90aZdddllavMF1wx4Q1xH5NkuIjooDVVpXyfOTunTpEqEngFBGq61FpB7reXNXDDHUziNSe6GMzXIke/M8R8y6qEGgnbJw4UKbbXGxPtl6slXurrvusqloVz+gjFWDxWxdrtrVi5nGFVdcYfeFYp+ZU0xDUiXM9m1IRkfw0DgA+ZIK/WtWXuWIuGr4FTGj9Le//c3WsceANDyp2WRgf+I0bty4SK2Qo7ffftt3RWoAGDGrkyvEC8OL7EOy888/36bpc6V9ybSjUaNGBkSAkRqlRtxDvH+TqaMiZRYsWGBDn/fff9+qufzyy6NzzjmnIlVm5FyeeabpNQKB1Yc+iNlEJiUCJccBZhcBn5dfftlOYFo/Hanbhmb+ULJ0QKJWAMi/FKwnQ4j/GHpRFx2rlpkJURwxXS2LE8BDmXW/Pp07dzb7nGSuVRlleGkvvvhiuxS2QRgqLlu2rMKXXvPzT9Hoz16MNp83JJKZF0Uy7WxbNn15SDRm6UsRxzNFar6fAKIjjzwyoWTMVP3J1KM+bfaBoqw6BJt0ppbLyZyatTJ8CDUUSqJ+jDOxEcoELfl+eXTJggnRbq/cFslLN0RFL98SdXv7gWj2ig8zUX1O1YEB5BFHHGFtAsQbN25sho+pNDKR10yBxtw78I/SCmwdl45U3Ts8GDvnaeNEJSMz9ceEXL/MFg2QqIArVqywuhs2bJiwDsdjHSe76dOnm/Nd4kAVregwzPyn8C2ClOFCVENldNotgrd93n9YNph8ipz0+j1yZP0t5f5WnWT8706XkS2Pl471mkq3+Xfp8R7S94NH076On6hgb86q+Eap8ZnorNl6flJeNptL/Nn0xRdcX3ArUb2MuYNk85rl1Y0PlUpmVkylcD7KcvjhmgW3AjT1q3ekYM4A2WZKT7nus3nSun5T6b/ZLnJsw+3kjR+WywGzLpWC6WfJgEVPVOAquXXqySefbI6yKvmaCwzb+F2mRHHdEBJKXApCGmI7WWkIBGQ2CYnISQHHhgNM8WnjInQEmkEiwrKX+nGTcBo4cGCk3r/25XSdjB+riiUzA8cdd5xdGj5h8o67Rrq0as3qSF68PpKn+kTTvnynzGomL3tLy52hX9PB0Xc/pW/DwkwZilifOSvzolk+qCFpo8GDB9tVZs2aZdJyli9ZavW4ZeDi4vpPLMMZVlSERj03KpIJnaK+74+LkIhKou9/+jEa8cmcSKb2ipB+2a4OxKhBfdDsVlBnMAuZiu1VLfcQ1xoMwOKOre4IyzE/nhLKaWEcKznX45pQv9ohmPOkNj5RHQ53SEIPPvigOdNRBimqKgmnRjXptyboi2NfcmLvpEPwoP7zAzWWxkr5st1NcvBmO5dZzWGNfyNfHKhZNr7/UurNvarMsmUdxGMePrOsaiKcxOjRo60ZOo1vjsBISFVBPGs6TDUHZKRzQqJUJHb39CvPlv2OOkOm7TdQbt2pk2xdZ5MSb6tO7Q2k51atZWm7m2Xpqs+l7uzL5Kdf8j9DDqOGBx54wN51pG+kXmJwJUuFDMkAI5b8oDjw+LoP0cqrmPJO1AegIIbvsMMOMnXqVKub4ZtOj5qHryq2rDgANGjQINEZFtsm2NSYMWMSDwde0IABHs6czzK+7vtKWyZb1oGZRuBZrToiaw9Bzgitmi498Jlm2/huqXx/yN3Cw5gMbb5hQ/muzZVS76neonoj6dZ0n3JPg/8Fk/6jWV1vEXlh2tryzfdam/mjexfRJ6TcOrJVAK/u9957z+Le0B948MPjQw89NFuXLLVerqsOnXacdbWBkQYNGpRavqwDn7/5quw/8E5ZMnuyHNzkt2UVTRxron27us3VUueZ82XoxzPkou00CWYek5o8mOpFpSFp2bKlvdvENcKLPxkyIKKgv4BxwHGQiu8rq1JCXaixnIWJUHsC0eGYqOWxBWgnjIAqr0W17KLTfaJisQURQ2+ghmS2D0SFiOtCGFPqIAwBgacuuugiC7ehs1f2IJe1VIWZqELZYv/okCTpJWWR2AAzJAhCXhCDhW0CRqG/0hm+EgGwLKADXHu+85Bcs3PXpEHI+Vy39oZyeauucuI7Y8oHIm1vwSGdReYvFrlPpagHdJxev57IK/N1fazmvVdQfW6OyAGtvfpKXRLzRo1CRS1wZf/997dwEzysmQAiYiIVFRUlHWKF61544YV2/6wDkunSe0OukNXdD5VD2xyWUhUb6Qdp+M4nSe83R8r5zTpIYa3aKZ2fa4UBHXgZB6Jk25gIjIZSE+KL6qDESwkYAUS+TLbiZMsBKLzouUKqMzCgmzFjhqjOymIKAVAoMUlISOwetlMBuJ79zpVjlg6T1UeMFR6+VGn1z2uk7qQusqDjcGlRd4uST9ehrRx0jMhOLVSrPlQ00tX65R75t0jXTpqO6Bktu1YaWL9QdvcgwmvYEAsep+ElbKiWiSwixD6iPp2ZFbVtKTPOOiF7GTowJONZRyrng9OtW7e0bn6JviffTh4nrQ5T3qZIvG+1nuolj+95nhy9RXrD/hQvmbXiqv8TJpyGDh0qOp1vUR1Vp5rU9QrjQykAB/ABlFwKYsm2g1NStaZQKJdAiGYT2IofAAmyezQ6l47SCXw1a8UHmru+UVogRJtsKLdhI/n8h5WlA9H1N4t2XukgREVddBg8UYdtE5+UqMMfynxZKZ4NUmdYUYt0q1pteExCLuk66Azjz2ZJZeL7mPEiPC8zskSJ5KUoTcpBuuXa/kyrC4r1dby+ZNdX/fi9bKOFv9ljv2RPKVaO903qbyUf64xavhPvCunMIQKswddkqRCgoRNZ+lCMk/0hYGnMSrbGalIOIGK4BQHE8CYdEOL8hrW1njWrWU2f1qySjTcoS3LUB5qhWEmSUOyq0RGHSUE71XVpvxpwxY5VxiofHrXAtUuxjmRZEjG5gXSaLDmoUJ6p+DZt2pipQknT8fQtkTKd1t32/cksN5JaVuxHlVrTpp9/lHo6BM934n2BlxB96+vJ3FfCjgiwcWmIJcDkSwelZCqsLmW4Z3gAsawID1rWbaKV1JZJy5KfRYjz8dEvXlFRrZ60qFNGRgXV/0TbN4+fVuI6fSoNG0jBr/dWYqEs7oxL24AH2yWRZzzxYXB5S9f3UBdSEXrHkkCI43x44+F6K9K3hRtuJO9vtbm8O2UcVadMn+ssqny9UPZssG3K5+baCfZs/doo+AufkyV701wa4iQHICQA7yAuwDZfKI01I2qin2z9KZfjAeRrVtUEuvvXmvtH0ZoKwsfbX69wI+m70/FylCqs06HObz8k/Vp2Ln1oh+Sg7Y0/COlcpzLOYSLCh+Pw09czcW2ypmBywYwskySlERMR3reUQTqiXenS8vNOk/pD75Cf05iG7/vheJEme8ruDZule/mcOS/en/A3FZMRAyJAxol1fnFwApB4yBmakJ0hnaR8pGIhmHx5hKU1s2tVTaT+YebNiTEvM2bp0qAWR4is/EjOS9Fa+sz3dbbru89kQPPDS780Uk6eEDyM693gcyYIy21mad38o6w6sfBXL/tEEfRWzLqlS3ud1V82/vhLefWM1JTdz6rucOyCCfJ8qxPTvXROncfUPbyE4G/ca6K8htrQzIEG8IH8y+rbiNC+DzBievySSy4xAyZEa2YfMOkmsj92IhBLtbKWESNG2HFcI/hSoUVnKl+tWC1HFAZtZAcYOXKkpSrRaH5y2223JeogjQvXwt0C2yJmR6hHw7KauwAFySWm0fXMeNJOzMAfNi7xdMwoPpmaTJcaqJ5oXttBctvCJ2X3V4fJD+XoFJgp2+HVoXLP4qfk1bbXClJVaRRV0TCrtPaUtR8eum0JMyvwOROEOYg/o+XVV1RUZCYmPLcQfYstUbpU2LCRrHz+adni/vEyvfcxOnIo3xB3+JLnpN2sS+Sa3XrJ/pu0SPfSOXUePPQJAkw0PKNNMo1UrFmbVhowckmIE9mO/+Jjeayl27dvb1Ol6iRoPlikWcEobMiQIQY8WPPiZ0buLDqc8XrHjh2tDOlI1MVD1DPfLKnJnYQfFDcB0AFeEMNAplaRTB5//HEb11M/oAQYYnfElC0WnNgZMf2qsYLs3Ir+YTPEsGHRokVWFS9PRR5WKtmrUXNZ0m6IvP7N/6TO1FOl4xvDha/ij7+sHUsDTjOWvycHv3631J3SUxau/FQ+1fJ7NCxbf1BV+p5UecxzoI7DiWFTRe13Ur2+l+eZd2NK9rn9ix9PZ7l7y32kzruvyfZPzpEr+x8j574/ThZ+/0Wxqr79ebUM+2imFKiF/Rn6MRq/X3/pX5akW+zs3N+I92d8PZmWF8YBhhMcjPzrAhhBvs06xmgAiabNMWtpJB+kGEQzxobYhWg4UjsHa+g4MXULkDFUIxEh9hxffPGFZQhVHzTLreTlNVaMqL+XgQHXxP4EUV7T9Fj6ZiQrxHENyGQzXLhjcG3cBzJB/oBur/nIqJP7dP6kWz+m/1G7wTJNnSMHfDRD2s0eYG4fUqDGbJEqbnWa/sBmB8r01gPkoE1bpXuZnDwPNwpNQ5OYBOBhxeakKsj7Fqt/PoBI2+iJ4rNpqbar6Q67yupFH8mOn74gp372nNz+ziidPmqs1sI62/mL6vEApobNpd927eVctRvaps6mqV4iZ8tjP0S+Ox9289HG+TVZKnSAYfjFS8bSZxV8m8ockOIV84UjuR7SCC8q+iOkGTKBMvRiSEXiOYjrAHp4rjN9y1gSs3D0QRyL1+/rJO9DaqI9tCVO3m50N4j4J554onn+YpGdKQL8UH5i7IaPmcYlsoyX+ChVlA5Rj2x+v+zWR77Sqflv9GvZSIdvm21QX2oVrB0iV/QauXY+z8RZZ51lzVLnZ+tXhklVQSi2yUwLaWgXSyY4atQoS69ckfbU2bCO9Gzezn5frvlW3vz2E1mu/VuvsI4U1dlMWmp0hepICA0AD+8l7yqjHFexJHW/7n2sL3uxTB4KGgmv+/i66nAi/YJExB/WKVMrg8c9yfTI68VSJR5LsKfDGwuGpsAS6TDKwkoS9IzyChiWqI04wXjiE0yJWCYEd9chkaVuIYcUxwjlSZyisWPHRjqbFSk4mAe/DvcsyRvn4q3fo0ePjAa1UqnNYqvQLr8HHV7aevhLjQP0c9zbncB5+gFLrZIMliYWEhEr1S3JalVpzZJFZvASNaYqvOwJjqZ6YbtnVaNY1MtUGMBXyYKYKYrZEtBxYp3j/OJEVEcVw+K7EhlD467/nv/IC3KeEw8C1yyPdErQ2uWAWVr5ddtTWrlU9wNyhC+BnOEVyVaQ6vWrS3lCgBAcDdIhkIWLJSRMVRJRIuMxlslYCyAFSo0DI0aMMIHBz0JwUOnSN5NaGhABEA5EcWDyGuLg5PtqyvLpp58uFjdHle/FAobXFD5U5D6JeqhDsMgjMg4fPtwk5orUmYlzSZmM1O4fT+KQq1tP4qOaiWtU9zrWTSzxzjvvFONpsvdvQOQgxBIgQvpwQKIi359spdWtHGlS4qmUCbeqZgTV7Tazcj+k4iagHIAOIQ2RfCBXJA+G2i7x0j6dCInI2BsoOQ4QOFB1wYnCqEfSeTcMiBx0ABwnB6eaLA05L4guyZfT89l7wPBceZm8nbm25LniQY0HyicGOBE6c4XQZxJNkMQPkANnJtIo58o9ZqsdSLbE+XaJUk1wLPkAGWFTJQMiTkIKWlcSYr8DkS/ZVxOJUJjoi5wIdUp2D43057vCMsYBQEhnGyOd+UyEqWWiAukoW/q82OVTWr3++utt4sQ/xEzI0LcayC+lempSYXRATD4wvIXoU/p25syZabEhIRF5JwA4LiH5Osf8eFpXqQYngfqkakZH5MTsHV9TT5nk+2v6Ep0j6bnjIKRhVOxryVcz14jnXU01bCbY20b6qwBGzo3iSweheBowpFyNolq8YApbBkQOOHQIgMM2Pwcf1gNFlgaJDK+YETgBRgzbkJhcRPVjNXFJcgFMOJAe1bjVWAAIsS8XEiKU1icEfFfj2khDFieKOBgx21ferG3ipGq8gn4PsCEXXByECJqPSQ/H06ViQzOAx6UhKnQAYl+gtRxAp7AuGDFzgC6E8bKnpa5p/MLMQmOOm4Q4QqdznRyEAOpcJzJ7rAtG2Blhy8aLFn/5cv1eMt0+Ep+q1bTp9+hTJwchdGsVIUJ7GPhQiUtBDkYORL6/IheqTuc6GJGuOE6IrHwtSNqH1FQTvqIYfQIyDGM0DlDEtpN6tJsklA8g5G12MNKkD77LluqYbcatSHozZswodqy6bvDeT5gwIdKY4vbxJSGlE8NvsjQD0BUFIeos4GXxIEaYZ+MQqJJRwh9Iy9g6S3erSMpku5oX0vTJ5vOmOiLLVILPHKSdZw66w4YNs9ClZP7QzrIffjg40qYb6bEqWUr/40eoD5251OAnhj8RYT1Iw6O57CxTC22kLNEYiPlN7Cp8CvOJCDnbpUsX85viPuhjyBNukpiRdwFHbnzW6F/cmvKd6DeiZnjf4n7FvZOEEjcnYnJB+iEWnaa3ZBJk38lEKBcLnk/lDjIAES8TPmc0zH9sByrOAZUcRZMXCg8mQdvxtYnzCX8qnHJ5YelctgkepeBvfC1eW25v8VwQ6ApfPtX3JMAVf7y4oyhxfQiQz0tLaBfifucjqb4vkVmG/lVJqNhtEJsZh25/aXW4Yr6O/rIWK5wHG9wvfcYH1cG1Q4cO5j/qzed5J/oFP51ptOD4fqyiywQQ8QIBQAAPD51TfN33hWVxDhB7ha8+EQV4CXv37l2htNTFa8/9LZ6ZKVOmGCCT/w0naEK3xkE59++i5BbyISHKBFIsfUyECI9lHj+Dl1iVtZYUFH7kEyGE8JEhlE9JETOJjqE2Q4JjKxEwSL2Ow3omyYAIxnkMX4ZlEADk6zR0XYDKZCOqS12EkmBIRuA2wqQQ8haxHQmipIc3n+97kcZpckmPWFE8xLyoREGobvfKs09yUCQjvMqRfNtrPC76VmdM87kbS207ki3SHnkK1RFdCGzIEI2YY9mgAhRSAA3SEEv/OfCw5JgDVTYaUd3qREwHjOhIfugcyHTLsIYvTr5KmYjvDC0XLFhg+gLXfREKpnXrqknaWNnPDvdO+BAfcgO6DGXQpdC3+SoFqvLZdICkWuIDQ5hX+pfQuwAv+fyySQVov/3FAIQgl4Z8P2AE+XHbCH9JcwAlL2BEYgBeZIA934i+R3znZUMsd+V8vt1HptuLZEhIYZT49C16lHwj+pahJ32LhAew6ixopd6GDc1oiIMPoOPbrDM8A+V9f6W2LlwscCBwoEZwIJHXDMCJgw7rDkhwgvVAgQOBA4ED2eCATY/5UAGpyIdhrPt+35eNBoQ6AwcCBwIHarlyzcEmLvkARmxzzI8HlgUOBA4EDmSaA7V8OAbg+PAsDjy+HgeoTDci1Bc4EDhQszlQCPhALhkhBTk5SMX3+bGwDBwIHAgcyBQHFGPWJlhEH4T0w/SjSz+AE2Dk0lKmLhrqCRwIHAgciHPAZs18B6CE4aJLSexnHyDFMlDgQOBA4EA2OKD4UishBcUByHVDLhFl4+KhzsCBwIHAAThQCOAARj4cQ/ph3SUg1n0aP7AscCBwIHAgGxz4P8x9cjlfpJiAAAAAAElFTkSuQmCC)
O mecanismo é conhecido como
O mecanismo é conhecido como